Simplex Atomizer flow rate question

AI Thread Summary
The discussion centers on understanding how flow rate through a simplex nozzle is influenced by varying the velocity of kerosene while maintaining constant pressure in the fuel pipe. It is noted that the flow rate through the atomizer is related to the square root of the pressure difference between the atomizer and the combustion chamber. Key questions raised include whether this relationship is based on static or total pressure and if increasing velocity at constant pressure will enhance the flow rate through the atomizer. The inquiry seeks clarification on the impact of velocity changes on flow rate, particularly in relation to static pressure. Overall, the thread aims to clarify the dynamics of flow rate in simplex atomizers under specific conditions.
sgvaibhav
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I am trying to analyse the relationship of flow rate rate through a simplex nozzle.

Here is the situations.

Fuel = Kerosene

I have a simplex nozzle for injection.
And there is a fuel pipe before the nozzle [obviously :P]

The flow rate in the pipe is controlled by varying the velocity of fuel in the pipes just before the nozzle. [its is already decided on how flow rate will be varied by increasing/decreasing velocity]. The pressure is always constant in the pipe, only the velocity of fuel flow varies to change fuel flow rate.

Ok so i read that flow rate through the atomizer is function of square root of pressure difference between the atomizer and chamber. [correct me if this is wrong]

1) But is it function of static pressure or total pressure?
2) So increasing flow rate by increasing velocity WHILST keeping pressure constant increase the flow rate in the atomizer?If there's something unclear, i will try explaining with more details.
 
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Umm guys, sorry for bump, but is it the wrong section? (should i post somewhere else?)

I just basically wanted to know if changing the velocity while having constant pressure affect the flow rate through an atomizer/simplex orifice? (or it totally depends on the static pressure?)
 
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